Practical sessions for the Optimal Transport and Machine learning course at DS3 2018
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0_Intro_OT.ipynb
0_Intro_OT.py
1_DomainAdaptation.ipynb
1_DomainAdaptation.py
2_ColorGrading.ipynb
2_ColorGrading.py
3_WGAN.ipynb
3_WGAN.py
4_WMD.ipynb
4_WMD.py
LICENSE
README.md

README.md

Optimal Transport and Machine Learning DS3 2018

Courses and practical sessions for the Optimal Transport and Machine learning course at DS3 2018.

The course has been prepared by Marco Cuturi, Rémi Flamary and Nicolas Courty.

Course

The slides of the Cours by Marco Cuturi can be downloadable here.

More information can be found in the Computational Optimal Transport book.

Practical Sessions

You can download the introductory slides to the practical session here.

Install Python and POT Toolbox

In order to do the practical sessions you need to have a working Python installation. The simplest way on any OS is to install the Anaconda distribution that can be freely downloaded from here.

When anaconda is installed the simplest way to install pot is to launch the anaconda terminal and execute:

conda install -c conda-forge pot 

which will install the POT OT Toolbox automatically. Note that in Window you need to launch the anaconda terminal with admnistrator mode to install with conda.

The optional practical session 3 also requires the use of the Keras toolbox that can be installed similarly with:

conda install -c conda-forge keras 

Download the Notebooks for the session

You can download all the necessary files here: OTML_DS3_2018.zip

The zip file contains the following session:

  1. Introduction to OT with POT
  2. Domain adaptation on digits with OT
  3. Color Grading with OT
  4. Wasserstein GAN in 2D (requires keras)
  5. Word Mover's Distance on text

You can choose to do the practical session using the notebooks included or the python script. We recommend Notebooks for beginners.

The solutions for the practical sessions can be obtained at the following URL:

https://remi.flamary.com/cours/otml/solution_[NUMBER].zip

Where [NUMBER] has to be replaced by the integer part of the value of the Wasserstein distance obtained in Practical Session 0 using the Manhattan/Cityblock ground metric.